Partial derivatives with SymPy
You are an economist working for an automotive company. Your manager has modeled the production process as a function of the number of machines \(K\) and the number of workers \(L\) to produce \(F = -3K^2 + 100K - \frac{1}{2}L^2 + 100L\) cars. This is your multivariate objective function. You'll need to use partial derivatives to optimize this function.
symbols, diff, and solve have been loaded for you.
Diese Übung ist Teil des Kurses
Introduction to Optimization in Python
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# Define symbols K, L
K, L = ____(____)
F = -3*K**2 + 100* K - (1/2)*L**2 + 100*L